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1a:I[6549,["51","static/chunks/795d4814-03346c8d233b4adb.js","212","static/chunks/212-70508e17017a12c2.js","231","static/chunks/231-5dc9f3acdba63b0c.js","54","static/chunks/54-f848f8ba1c362ca7.js","23","static/chunks/app/advice/%5Bid%5D/page-2c9c2b8245971fa7.js"],"CommentItemName"] 1b:I[3866,["51","static/chunks/795d4814-03346c8d233b4adb.js","212","static/chunks/212-70508e17017a12c2.js","231","static/chunks/231-5dc9f3acdba63b0c.js","54","static/chunks/54-f848f8ba1c362ca7.js","23","static/chunks/app/advice/%5Bid%5D/page-2c9c2b8245971fa7.js"],"AdOnAdviceList1"] 1c:Tfe4,毎日の勉強、本当にお疲れ様です。 私はもともと東京大学理科一類志望で、早稲田大学基幹理工学部も合格しております。 私は、早稲田より難易度の低い大学の過去問を解くよりも、数学の問題集を解くべきだと思います。 そもそも数学の勉強は(他の科目に対しても共通に言えますが)、基礎学力の定着と過去問演習の二種類に分けられます。基礎学力の定着とは、数学の解法の定石を身に着けることです。過去問演習とは、その大学の問題傾向を理解し、その傾向に合わせて対策をし、時間配分の調整などを行うことです。今の6月の段階でするべきなのは、前者の基礎学力の定着です。ここでいう基礎学力の定着とは、公式の暗記などの本当の基礎的なことという意味ではなく、過去問演習に入る前の、どの大学に対しても通用する学力を身に着けるという意味です。 さて、基礎学力の定着のために志望校でない大学の過去問を解くのは勉強効率が悪いと思います。なぜなら、過去問の問題は、学習に効率が良いような問題構成にはなっていないためです。そのため、私は問題集を解くことをお勧めします。そもそも問題集とは一般に実際の入試問題から、学習に有用な問題のみを抽出して、学習に最も効率が良い構構成で並べたものです。適当な大学の過去問を自分で選んでがむしゃらにその問題を解きまくっても、とても効率が悪いです。本当に解かなければならない問題を解かずに、そこまで重要でない問題を解くことになってしまうと思います。そうならないように、問題集は、過去問から適切な問題のみを抽出してくれているのです。 ここで私が推奨したい問題集はプラチカです。プラチカはほぼすべての問題が大学の過去問です。問題集のレベルは、地方旧帝大や早慶を目指す人にちょうど良いです。そして、問題の難易度も今の段階ではちょうど良いと思います。はじめは出展元の大学の名前を見て怖気づいてしまうかもしれませんが、意外と解けてしまうものです。また、プラチカは、このような問題集の中では比較的難易度の低めの問題が集められています。目安としては、地方旧帝大で出題されたら、合格者はほぼ答えられるレベルです。そして、プラチカはとても解説が丁寧です。今のうちはもっと簡単な問題集を解いた方がいいと思っているかもしれませんが、実際は本当に時間がないです。あっという間に夏休みが終わって秋になり、気づいたら本番直前です。問題集というのは一冊を何周も解いて一冊全てを定着させないと意味がありません。発展的な問題集は夏休みの終わりぐらいから解けばいいと思っていると、冬にやっと一周終わるくらいになってしまい、全く問題集の内容が定着しません。 解くスケジュールは、7月末までにすべての問題を一周解き、8月末までにすべての問題をさらにもう一周解き、二学期に入ったら、プラチカで間違えた問題を解けるようになるまで周回しましょう。10月くらいからは、プラチカと並行して、早稲田の過去問演習を始めてしまうのが良いと思います。 何か疑問点や不安があれば、コメントしてください。お答えします。また、他の問題集やもう少し難易度の低い問題集を使ってみたいとお思いなら、一言ご相談ください。他のおすすめの問題集をお教えします。 最後に、早稲田大学基幹理工学部合格を応援しています!!1d:Tc2a,こんにちは!! 物理で高校時点から微積で解いていくかは悩むところですよね。  まず自分の大枠の意見を言うと、 「解けるのならどんな方法でも問題ないが微積に特化した問題集などをやる必要はない」  です。というのも微積を使わないと解けない問題と言うのは大学受験では絶対に出題されません。理解するために微積の概念を使うことは全然いいことだと思いま全然いいことだと思いますが、他の方法で自分が解けるのに無理やり微積でやろうとするのは時間がもったいないです。結局本番までにどれだけ間に合わせられるかが勝負であるので効率的に取り組むのが一番です。  次に、どのように物理の勉強を進めていけばいいのかと言う質問について良問の風が一通り終わったようなので自分の意見としては重要問題集に取り組むのではなく、「名問の森」に取り組むべきだと思います。  理由としては、重要問題集は基本から発展までカバーしている一方発展問題の数が少なくこれだけでは東大物理全てに対応できない。良問の風を終えて基礎はできているようなので難しい問題が集まっていて、解説も丁寧な名問の森に取り組むべきである、ということが挙げられます。重要問題集も名問の森もどちらもやった自分の意見ですので参考にしてください。    名問の森も全て完璧に終えることができたら一般には「難問題の系統とその解き方」をやると言われていますが自分がやった感想としては名問の森とレベル感は変わらないです。さらに演習を続けたい場合はやっていいと思いますが必須ではありません。東大は時間配分がとても大事なので東大形式の慣れる方が優先度は高いと思います。  次に過去問の使い方について、絶対にやって欲しくないのは 「東大の物理25ヵ年などを参考書として使ってそれだけしかやらない」  ということです。これらは結局過去問を集めたものに過ぎないので普通の参考書より物理全体の理解には効率が悪いです。  過去問はあくまで出題傾向を掴むためのものと考えを掴むためのものと考えてメインは参考書です。過去問は直近10年やれば十分です。このとき東大に絞っていうと物理化学セットで、本番を受けているような心本番を受けているような心構えで解くのも大事です。一回一回の過去問演習を大切にして欲しいです。  これから物理はどんどん実力が伸びていくと思うので焦らずコツコツ頑張ってください! 応援しています!  東大についての質問や個々の問題についての質問もメッセージなどでどんどん聞いてくださーい1e:Tdcc,こんにちは〜  物理は一度コツを掴むと急に伸びる科目だと思ってます!  基本的な問題から科学大レベルの問題まであり、問題数が科学の重要問題集並みの参考書をお探しですね?  結論から言いますと物理の重要問題集はこの条件にぴったり当てはまると思われます。しかし、個人的に物理の重要問題集は化学の重要問題集とは違い、解説が少々雑で問題のノウハウをしっかり身につけ、初見の問題に応用することは難しいと思ってます。  そこで、私も初めは物理でなかなか点数が取れなかったのですが、途中から物理は稼ぎ科目にすることができました。その時の参考書ルートから紹介してみようと思います。 私の物理の参考書ルートは以下の通りでした。 リードα→名問の森→過去問→(物重)  どれも基本的な問題から科学大レベルの問題まであり、問題数が科学の重要問題集並みの参考書ではなくなってしまいますが、リードαから順番に紹介していこうと思います。  まずリードαですが、これは基本的な問題を取り扱っている参考書です。この参考書のレベルは夏までの河合塾の全統記述より少し簡単くらいの難易度だと思います。公式を知っていれば公式を一個代入すれば答えに辿り着くような問題も多いので、載ってる問題数自体はそこそこ多いですが、問題にレベルが書いているので自分のレベルに合わせて自分がやる問題のレベルを決めてしまえば、問題数を少なくすることができます。この参考書は基本レベルですのであまり時間を割いてやりたくはないです。  次に名問の森ですが、この参考書はリードαと比べてレベルは格段に上がります。この参考書のレベルは河合塾の全統記述レベル〜駿台模試の前半部分だと思います。この参考書をやり込めば河合塾の全統記述で8割以上は固いでしょう。この参考書は力学、波動、熱からなる約80問の上巻と、電磁気、原子からなる約80問の下巻で構成されてます。初見なら1問にかかる時間は15〜30分くらいでしょうか。自分は初見で解けた問題にチェックをいれ、その問題は2周目以降は後回しにし、それ以外の問題を2周、よく見る典型問題はさらに回数を重ね、苦手な問題は4周、5周しました。この参考書は過去問と並列しながらやってましたので、1周解き終わったくらいで過去問にも手を出しました。  そして過去問についてですが、個人的に近年の科学大の問題はあんまり参考書でやった問題がわかりやすくでている印象はないです。初めは全然取れないと思います。そこで名問の森と並行して科学大、京大、東北大の問題を解いてました。難易度としては東北大<科学大<=京大だと思います。  さらに自分はもうちょっと基本に戻った問題がやりたいと感じた時に物理の重要問題集を単元を絞ってやってました。  以上が自分が通ってきた参考書ルートです。少しでも参考にして参考書ルートを決めてもらえれば幸いです。1f:T11a5,こんにちは!勉強お疲れ様です♪ 早稲田理工の数学と理科の参考書として東大、東工大の25ヵ年が有効か、とのことですが、結論から申し上げると 両方ともオーバーワークだが、東大は解いても良い だと思います。近年の入試傾向として、早稲田や慶應では東大の併願として受ける受験生を取り入れるためか、東大を意識した内容の問題が出題されます。25ヵ年を2つ回すとなるとかなりの時間が必要なので、やるとしたら東大と言ったところです。 以下では解く必要性の低い教科から解説しています。 物理に関して、早稲田は問題の難易度はそれほど高くないものの、高い状況判断能力と計算力が要求され、慎重に解いていると時間切れになってしまいます。それに対して東大はというと、難しいテーマではあるものの設問はそれほど多くないと言った印象を受けます。したがって、回数を回すことが重要になってくるので良問の風や名門の森を何度も解き直す方が良いかと思います。慶應の問題は出題型式がかなり似ている(大問1以外)ので解いておくことをお勧めします。 数学に関して、早稲田は基本に忠実な問題が多く青チャートより少し発展した内容が出る印象です。それに対して東大はというと基本に忠実ではあるものの、その場の閃きが必要な問題もあります。東大理系の2次試験は常人には解けない、いわゆる捨て問が半分近く出題されるので、解く必要のない問題に時間を割いてしまうのは少しもったいないような気がします。東大の良問としてWEB記事などに取り上げられるような問題は解いておくと良いですが、同じ偏差値帯の神大や筑波、阪大、慶應などの赤本を5から10年分ほど解いたほうが有効かと思います。早稲田は青チャートレベルの簡単な証明が出題されがちなので証明問題を落とさないように勉強を進めるのが良いと思います。 化学に関して、早稲田は物理同様設問数が多いのに加えて、マーチやTOCKYには出題されない知識が必要になってきます。東大は他の科目に比べて比較的解きやすい問題が多く、問題の難易度としては同等と言って良いと思います。ただ、問題の形式がかなり違うので、演習というよりかは出題されている化合物や定理を学ぶつもりで答えを見ながら解くと良いでしょう。あまり時間をかけすぎないように意識してください。東大は質の良い有機の構造決定問題が出題されるのでそこだけやっておくのもアリです。参考書として、重問を完璧にしておくとかなり解けるようになると思います。 最後に英語ですが、早稲田は選択式なのに対し東大はほとんどが自由記述と全く違うように思えますが、先述したように早稲田は東大をかなり意識しているので、早稲田で出題される語彙の学習として読んでおくと良いと思います。長文に読み慣れておくことが重要なので、設問はほどほどにしておいて長文で語彙を身につけるという風にすると良いでしょう。早稲田理工の英語は日本で最も難しいと言われており、膨大な分量の長文と設問数の多い文法問題が出題されるのでいかに速く解き進められるかが鍵になってきます。ポラリス3やルールズ4などで、長文のなかから必要な情報のみをピックアップして答えられるようにする練習をしておくと良いと思います。 すべての教科に共通することですが、早慶レベルの問題になってくると基礎固めが大切で東大の問題を解ければ早稲田も解ける、というわけではありません。あくまでも早稲田の赤本が中心で、不安な部分を他大学の赤本で補うと言ったやり方が有効かと思います。現時点でここまで考えられているのであれば、早稲田志望の高三生よりかなり先を行っていると思うので自信を持って勉強していきましょう!応援しています!2:["$","main",null,{"className":"px-4 pt-4 pb-4","children":["$","div",null,{"className":"max-w-3xl mx-auto w-full","children":[["$","div",null,{"className":"mb-8","children":["$","$L7",null,{"href":"https://unilink-app.onelink.me/isbO/h6xeh63x?advice=KkZtynEBTqPwDZPuJSGn","target":"_blank","children":["$","$L8",null,{"src":"/images/web_to_app_banner.jpg","width":3660,"height":1500,"sizes":"100vw","style":{"width":"100%","height":"auto"},"alt":"UniLink WebToAppバナー画像","className":"mb-4 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mb-1","children":"私も昨年同じようなことで悩んでいたので回答させて頂きます。参考にしてください。\n\nまず模試は気にし過ぎないことです。復習して完全に理解したらそれでよしにしてしまいましょう。物理が得意な人でも芋づる式にミスして大量失点してしまうことがあるくらいなので。\n\n本題に移るとセンターの過去問はやったことがありますか?急に何の話って感じかもしれませんが、センターの過去問を解いたことがなければそれで基礎力を確認してみて頂きたいのです。\n\n化学もそうですが、センターの過去問は基礎の良い確認になります。\n(※最初から共テだと戸惑ってしまうかもしれないのでそれはオススメしていないです。センターが取れるようになったらこちらも良い勉強になるので活用して見て頂きたいです。共テ対策でセンター共テの過去問はどうせやると思いますが、早くからやった方が自分の状態がその分早く分かって得だと思います。)\n\n安定して点が取れるなら基本事項には自信をもって良いはずです。逆に点を取れないなら教科書などの基本に立ち戻るべきです。\n\nセンターで高得点を安定して出せるなら名問の森でも良い気がします。名問の森は解説がわかりやすく、基礎事項もまとめてくれているので。ミスしてもそこを突き詰めていけば良い訳ですし。良問の風よりめちゃくちゃ難しいってことは無かったです。あくまで私個人の考えですが。\n\n物理が凄く得意だったわけではありませんがじっくり慌てずにご自身が間違えた問題があればどこをどう間違えたか突き詰めて勉強してみて頂きたいです。\n\nよく言われることですが物理は量より質だと思います。沢山の問題をやっても浅い理解だったら効果は薄いです。逆に一問を研究すること(別の解き方でやってみたり、グラフを描いてみたり、問題になっていないことも考えてみたりすることなど)で沢山のことがわかったりします。\n\nあとは次元のチェック(単位が合っているかの確認)を素早くできるようにすることと極限の確認(m→∞とした時に矛盾しないかの確認など)を意識すれば少しずつ点を伸ばして、理解も深くすることができると思います。\n\n長くなってしまったのでまとめるとセンターの過去問を解いて基礎に戻るか少し応用的なものに進むか考えてみて頂きたいということです。\n\n慌てずに一問一問を完全に説明できる状態まで持っていければ根本の理解に近づくと思います。\n\n参考にどうぞ。\n\n頑張って下さい!"}],["$","div",null,{"className":"flex 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items-center py-4","children":[["$","div",null,{"className":"flex-1","children":[["$","div",null,{"className":"mb-1","children":"問題集はどこまでやるべきか"}],["$","div",null,{"className":"text-xs text-caption line-clamp-2 mb-1","children":"文系なのですが、回答します。\n問題集は正直どれでもよいと思います。大事なのは何周もすること。\n今見ると、色んな問題集をつかってらっしゃるようですが、極論は1冊でも良いと思う。とくに単語とか。ちなみに回答者はターゲット1900?1800?をつかっていた。単語はそれしかつかっていない。\n\nあとは、この時期なのでそろそろ過去問中心の生活にシフトしましょう。模試ではAなのに落ちてしまった、、、という人は過去問ができないからだと考えられます。\n志望校の過去問を研究し、傾向をつかんでね。\n物理に関しても、過去問にだいたい傾向がのってるので分野配分を考えてやりましょう。大学によって、毎年出ている分野などあったりするのでそこは当然やろうね。\n\nあとは、理科大やマーチに行く人は、現実問題、早慶落ちが多いです。なので、早慶に受かる意識でいったほうがよいかと思う。過去問も早慶もやってみたらどうかな。\n\n質問があればお気軽にどうぞ。(但し理系科目のこれこれの解法等を教えるのは厳しいです、、すみません)頑張って!"}],["$","div",null,{"className":"flex mb-1","children":[["$","svg",null,{"stroke":"currentColor","fill":"currentColor","strokeWidth":"0","viewBox":"0 0 24 24","className":"text-subPrimary mr-1","children":["$undefined",[["$","path","0",{"fill":"none","d":"M0 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